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expeople1 [14]
4 years ago
13

Which triangle defined by the given points on the coordinate plane is similar to the triangle illustrated?

Mathematics
1 answer:
V125BC [204]4 years ago
6 0

Answer:

D) (-1,1),(-1,5),(-7,1)

Step-by-step explanation:

The vertices of the triangle shown in the coordinate plane are: (-1,1), (-1,3), (-4,1)

The legs are in the ratio:2 : 3

For triangle with vertices A) (-1,1),(-1,4),(-6,1) ,

The legs are in the ratio: 3:5

For triangle with vertices:

B) (-1,1),(-1,5),(-6,1)

The legs are in the ratio:

4:5

For the triangle with vertices:

C) (-1,1),(-1,4),(-7,1)

The legs are in the ratio:

3:6=1:2

For triangle with vertices:

D) (-1,1),(-1,5),(-7,1)

The legs are in the ratio:

4:6=2:3

Therefore the correct answer is D.

Because similar triangles have their corresponding sides in the same proportion.

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The perimeter of a triangle is 110 inches. The ratio of the side measures are 6:7:9. Find the measure of each side.
erastova [34]

The ratio of the side measures are 6:7:9.

Let's assume length of three sides of the triangle is 6x, 7x and 9x.

Given,perimeter of a triangle is 110 inches.. Perimeter is the sum of all three sides of the triangle. So, we can set up an equation as follows:

6x+7x+9x= 110

22x =110

\frac{22x}{22} =\frac{110}{22} Dividing each sides by 22.

x=5.

Now we can plug in x=5 in all the expressions of sides.

So, 6x=6(5)=30,

7x=7(5)=35

9x=9(5)=45.

So, the sides of the triangle are 30 inches, 35 inches and 45 inches.

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